PHYS 22 Applied Mathematical Methods for Physicists

This course surveys two of the most important areas of mathematical physics: linear algebra and the theory differential equations. Topics from linear algebra include complex numbers, systems of equations, matrices, vector spaces, and the eigenvalue problem. Topics from differential equations include linear differential equations, homogenous and non-homogenous differential equations with constant coefficients, and partial differential equations (separation of variables). The application of these techniques to problems in physics and astronomy will be emphasized.  Not open to students who have received credit for Phys 82.02

Instructor

Mueller

Degree Requirement Attributes

Dist:SCI

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Offered

• Winter